Calculus Lesson 25

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  1. y=sinx
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  4. For the differential equation xy'-3y+0, verify that Image Upload is a solution, and find the particular solution determined by the initial condition y=2 when x=-3
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  5. Sketch a Slope Field for the differential equation y'=x-y
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  6. Sketch a slope field for the differential equation y'=2x+y. Use the slope field to sketch the solution that passes through the point (1,1).
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  11. Determine the slopes (if possible) in the slope field at the points given in the table.
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  12. Determine the slopes (if possible) in the slope field at the points given in the table.
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  13. Remember!
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  14. Use Euler's Method to approximate the solution of the differential equation with n steps.
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  15. Use Euler's Method to approximate the solution of the differential equation with n steps.
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Author:
cheergurl48
ID:
200468
Card Set:
Calculus Lesson 25
Updated:
2013-02-14 05:30:58
Tags:
calculus integrals slope field
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Description:
Slope Fields and Euler's Method
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